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Pan Zeng and Liping Lei

Do you want to become an expert at structural analysis?

Finite Element Method (FEM) is a powerful tool. FEM is an effective numerical technique for partial differential equations (PDEs) in engineering. The fact that modern engineers can obtain detailed information for structural, thermal, electromagnetic problems with virtual experiments largely gives credit to FEM. The finite element method provides infinite possibilities for engineering, and this course provides a detailed introduction of FEM and its applications in engineering and beyond.

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Do you want to become an expert at structural analysis?

Finite Element Method (FEM) is a powerful tool. FEM is an effective numerical technique for partial differential equations (PDEs) in engineering. The fact that modern engineers can obtain detailed information for structural, thermal, electromagnetic problems with virtual experiments largely gives credit to FEM. The finite element method provides infinite possibilities for engineering, and this course provides a detailed introduction of FEM and its applications in engineering and beyond.

This course is divided into 15 lessons, which introduce basic equations of mechanics, mathematical principles of FEM, realizations in both discrete and continuum structures, various applications in engineering and skills at modeling with FEM software. Examples are demonstrated with MATLAB and ANSYS.

有限元方法(finite element method):基于数学力学原理,采用计算机信息化分析手段,完整获取复杂工程问题及科学研究中的定量化结果,也被称为一种基于计算机信息化处理的“虚拟实验”,在数学上它是求取复杂微分方程近似解的有效工具,是现代仿真技术的重要基础原理。有限元分析的力学基础是弹性力学,方程求解的数学原理是加权残值法和泛函极值原理,实现的方法是数值化离散技术,最终的载体是有限元分析软件。有限元方法已成为机械、航空航天、土木、力学等专业学生的必备知识。

这门课程的主要内容包括:基本变量和力学方程、数学求解原理、离散结构和连续体的有限元分析实现、各种应用领域、有限元分析的软件平台和建模技巧等。在强调有限元理论的工程背景和物理概念的同时,通过一些典型的实例来深入浅出地系统阐述有限元分析的基本原理。此外,课程基于MATLAB演示基于有限元原理的编程方法,通过ANSYS来展示应用有限元方法的具体建模过程。

What's inside

Learning objectives

  • Basic equations of mechanics
  • Mathematical principles of finite element method (fem)
  • Realizations in discrete and continuum structures
  • Basics of matlab and ansys

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Read about what's good
what should give you pause
and possible dealbreakers
Explores the Finite Element Method (FEM), an effective numerical technique for solving partial differential equations (PDEs)
Taught by recognized experts in the field: Pan Zeng and Liping Lei
Provides a comprehensive introduction to FEM and its applications in engineering and beyond
Covers basic equations of mechanics, mathematical principles of FEM, and realizations in both discrete and continuum structures
Demonstrates examples with MATLAB and ANSYS, providing practical insights into FEM software application
May be particularly suitable for students in engineering, specifically mechanical, aerospace, civil, and mechanical, who seek to strengthen their knowledge of FEM

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Reviews summary

有限元分析原理与应用要点解析

学员表示,本课程的有限元理论基础讲解扎实概念阐述清晰,为理解有限元方法打下了坚实的基础讲师知识渊博,通过典型案例帮助理解抽象原理。课程包含的软件演示部分,特别是MATLAB和ANSYS,被许多学员认为有助于将理论与实践联系起来。然而,也有学员反映课程的实践应用部分不够深入部分作业难度偏大需要较高的数学和力学基础。此外,一些学员提到软件演示的速度较快或使用的软件版本可能较旧。整体来看,这是一门对有限元原理有系统性介绍的课程,更适合已有相关背景知识的学习者。
结合MATLAB和ANSYS进行演示。
"MATLAB和ANSYS的演示部分很有帮助,让我看到软件如何应用理论。"
"软件操作演示速度有点快,有时跟不上,需要反复暂停观看。"
"我用的ANSYS版本和课程里演示的不太一样,界面改动挺大的,需要自己摸索。"
"演示的实例比较简单,希望能有更复杂的实际工程案例的软件操作演示。"
讲师善于解释复杂概念。
"老师讲课条理清晰,把有限元这么难的概念讲得相对容易理解。"
"课程通过一些经典案例演示,让抽象的理论变得具体。"
"我认为老师的教学方法很有效率,能抓住重点。"
"老师的讲解深入浅出,即便是复杂公式也能说明白。"
课程对有限元原理阐述透彻。
"课程理论部分非常扎实,概念讲得很清楚。"
"我觉得这门课在数学和力学基础上构建了坚实的有限元框架。"
"我学完后对有限元的基本原理有了系统深入的理解。"
"理论知识点覆盖全面,讲解也很详细,为后续学习打好了基础。"
课后作业难度较高。
"课程的作业非常有挑战性,需要花很多时间去理解和完成。"
"有时候作业感觉超出了课程讲授的内容,需要自己查阅很多外部资料。"
"作业是检验学习成果的好方法,但也确实很有难度,需要投入很多精力。"
"希望作业能有更详细的指导或解析,有时候做起来很吃力。"
理论多于实际复杂应用。
"感觉理论讲得很好,但实际工程应用中遇到的复杂问题,课程里涉及得不够多。"
"我原本希望通过这门课学会更多解决实际工程问题的技巧,但课程更偏理论。"
"如果能增加一些更深入的实践项目或案例就更好了,理论结合实践能更好吸收。"
"课程对软件使用的讲解主要停留在入门级,没有深入到实际工程分析的细节。"
需要较强的数学和力学背景。
"如果你的数学(特别是微分方程、线性代数)和力学基础不扎实,学这门课会非常吃力。"
"课程默认学习者已经掌握了一定的预备知识,新手入门可能会觉得难。"
"我觉得这门课不适合完全零基础的人,最好有相关专业背景。"
"老师讲课虽然清晰,但如果缺乏前置知识,很多地方还是难以理解。"

Activities

Be better prepared before your course. Deepen your understanding during and after it. Supplement your coursework and achieve mastery of the topics covered in 有限元分析与应用 | Finite Element Method (FEM) Analysis and Applications with these activities:
Review basic equations of mechanics
Reviewing basic mechanics equations will prepare you for more advanced topics in this course.
Browse courses on Mechanics
Show steps
  • Review Newton's laws of motion
  • Review the concept of stress and strain
  • Review the equations for equilibrium
Join a study group
Joining a study group will allow you to connect with other students, share your knowledge, and learn from others.
Browse courses on Collaboration
Show steps
  • Find a study group to join
  • Attend study group meetings regularly
  • Participate in discussions
  • Help other students with their understanding
Learn the basics of Python
Python is a powerful tool that can be used to solve a wide variety of engineering problems. This tutorial will teach you the basics of Python so that you can use it to your advantage in this course.
Browse courses on Python
Show steps
  • Install Python on your computer
  • Learn the basics of Python syntax
  • Write a simple Python program
Two other activities
Expand to see all activities and additional details
Show all five activities
Read 'Introduction to Finite Element Analysis' by O.C. Zienkiewicz
This book provides a comprehensive introduction to the finite element method and its applications in engineering.
Show steps
  • Read the book's introduction
  • Read the book's chapters in order
  • Work through the book's exercises
Build a finite element model of a simple structure
Building a finite element model will allow you to apply the concepts you have learned in this course to a real-world problem.
Browse courses on Structural Analysis
Show steps
  • Choose a simple structure to model
  • Create a geometry for your model
  • Mesh your model
  • Apply loads and boundary conditions to your model
  • Solve your model
  • Analyze your results

Career center

Learners who complete 有限元分析与应用 | Finite Element Method (FEM) Analysis and Applications will develop knowledge and skills that may be useful to these careers:
Structural Engineer
Structural Engineers analyze and design structures to ensure their safety and stability. A strong understanding of FEM is essential for Structural Engineers as it allows them to accurately predict the behavior of complex structures under various loading conditions. This course provides a comprehensive overview of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in structural engineering. By taking this course, Structural Engineers can deepen their knowledge of FEM and enhance their ability to design safe and reliable structures.
Aerospace Engineer
Aerospace Engineers design, develop, and test aircraft, spacecraft, and related systems. FEM plays a crucial role in the aerospace industry, enabling engineers to analyze and optimize complex aerodynamic shapes and structures. This course provides a solid foundation in FEM, covering the basics of mechanics, mathematical principles, and applications in aerospace engineering. Aerospace Engineers who take this course will gain valuable knowledge and skills that can enhance their ability to design and analyze aerospace systems.
Computational Engineer
Computational Engineers leverage their knowledge of numerical techniques like the finite element method (FEM) to develop computer models used to simulate physical systems. This course provides the basic equations of mechanics, mathematical principles of FEM, and its application across various engineering disciplines. Learning these concepts can help Computational Engineers build a foundation in FEM and enhance their ability to create accurate and efficient computer simulations.
Mechanical Engineer
Mechanical Engineers design, develop, and test a wide range of mechanical systems, including engines, machines, and robotics. FEM is a powerful tool for Mechanical Engineers, allowing them to analyze and optimize the performance of complex mechanical components. This course provides a comprehensive overview of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in mechanical engineering. By completing this course, Mechanical Engineers can develop a strong foundation in FEM and enhance their ability to design and analyze efficient mechanical systems.
Civil Engineer
Civil Engineers design, construct, and maintain infrastructure projects, such as bridges, buildings, and roads. FEM is widely used in civil engineering to analyze and optimize the behavior of structures under various loading conditions. This course provides a thorough introduction to FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in civil engineering. By taking this course, Civil Engineers can gain valuable knowledge and skills that will enable them to design and analyze safe and reliable infrastructure projects.
Materials Scientist
Materials Scientists research and develop new materials with improved properties and performance. FEM is a valuable tool for Materials Scientists, allowing them to analyze and predict the behavior of materials under various conditions. This course provides a foundational understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in materials science. By completing this course, Materials Scientists can gain valuable knowledge and skills that can enhance their ability to develop and optimize new materials.
Biomedical Engineer
Biomedical Engineers design and develop medical devices and technologies. FEM is increasingly used in biomedical engineering to analyze and optimize the performance of medical devices and implants. This course provides a foundational understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in biomedical engineering. By completing this course, Biomedical Engineers can gain valuable knowledge and skills that can enhance their ability to design and analyze safe and effective medical devices.
Acoustics Engineer
Acoustics Engineers design and analyze systems to control noise and vibration. FEM is a powerful tool for Acoustics Engineers, enabling them to model and analyze the behavior of sound waves in complex environments. This course provides a comprehensive overview of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in acoustics engineering. By taking this course, Acoustics Engineers can gain the knowledge and skills needed to effectively design and analyze acoustic systems.
Petroleum Engineer
Petroleum Engineers design and develop methods for extracting oil and gas from underground reservoirs. FEM is a valuable tool for Petroleum Engineers, enabling them to model and analyze the behavior of fluids and rocks in complex geological formations. This course provides a basic understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in petroleum engineering. By taking this course, Petroleum Engineers can gain the knowledge and skills needed to effectively design and analyze oil and gas extraction systems.
Nuclear Engineer
Nuclear Engineers design and operate nuclear power plants and other nuclear facilities. FEM is used in nuclear engineering to analyze and optimize the behavior of nuclear reactors and other nuclear components. This course provides a basic understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in nuclear engineering. By completing this course, Nuclear Engineers can gain valuable knowledge and skills that can enhance their ability to design and analyze safe and efficient nuclear systems.
Robotics Engineer
Robotics Engineers design, develop, and maintain robots. FEM is a valuable tool for Robotics Engineers, enabling them to analyze and optimize the performance of robotic systems. This course provides a basic understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in robotics engineering. By completing this course, Robotics Engineers can gain the knowledge and skills needed to effectively design and analyze robotic systems.
Automotive Engineer
Automotive Engineers design, develop, and test vehicles. FEM is increasingly used in automotive engineering to analyze and optimize the performance of vehicles and their components. This course provides a basic understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in automotive engineering. By taking this course, Automotive Engineers can gain the knowledge and skills needed to effectively design and analyze vehicles and their components.
Manufacturing Engineer
Manufacturing Engineers design and develop manufacturing processes. FEM is used in manufacturing engineering to analyze and optimize the behavior of materials and manufacturing processes. This course provides a basic understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in manufacturing engineering. By taking this course, Manufacturing Engineers can gain the knowledge and skills needed to effectively design and analyze manufacturing processes.
Environmental Engineer
Environmental Engineers design and develop solutions to environmental problems. FEM is used in environmental engineering to analyze and optimize the behavior of environmental systems. This course provides a basic understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in environmental engineering. By taking this course, Environmental Engineers can gain the knowledge and skills needed to effectively design and analyze environmental systems.
Geotechnical Engineer
Geotechnical Engineers design and develop solutions to geotechnical problems, such as soil stability and foundation design. FEM is used in geotechnical engineering to analyze and optimize the behavior of soils and other geotechnical materials. This course provides a basic understanding of FEM, covering its mathematical principles, implementation for both discrete and continuum structures, and applications in geotechnical engineering. By taking this course, Geotechnical Engineers can gain the knowledge and skills needed to effectively design and analyze geotechnical systems.

Reading list

We've selected 12 books that we think will supplement your learning. Use these to develop background knowledge, enrich your coursework, and gain a deeper understanding of the topics covered in 有限元分析与应用 | Finite Element Method (FEM) Analysis and Applications.
Classic textbook on the finite element method. It provides a comprehensive introduction to the theory and applications of the finite element method, and is widely used as a textbook in universities and colleges around the world.
This textbook provides a thorough and up-to-date treatment of the finite element method, covering both its theoretical foundations and practical applications. It is suitable for graduate students and practicing engineers.
本书为有限元方法提供了一个简洁而全面的介绍。它提供了一个循序渐进的方法,从基本概念到高级主题,并包含了许多例题和练习题,以帮助学生理解和应用所学概念。
This textbook provides a comprehensive introduction to the finite element method, covering both its theoretical foundations and practical applications. It is suitable for undergraduate and graduate students in engineering and applied sciences.
Tutorial for the ANSYS finite element software. It provides a step-by-step guide to using ANSYS to solve a variety of engineering problems.
本書提供了使用 MATLAB 進行有限元分析的指南。它涵蓋了有限元方法的基礎知識,並提供了使用 MATLAB 進行有限元分析的逐步指南。
Tutorial for the MATLAB programming language. It provides a step-by-step guide to using MATLAB to solve a variety of engineering problems.
本书提供了数值方法在工程和科学中的应用的全面介绍。它使用 MATLAB 语言来演示和解决问题,这使得学生能够轻松地将所学概念应用到实际问题中。
这本书提供了机械静力学和动力学问题的清晰而全面的介绍。它提供了大量的例题和练习题,以帮助学生理解和应用所学概念。
This textbook provides a comprehensive introduction to MATLAB, a popular programming language for engineering and scientific computing. It is suitable for undergraduate students and practicing engineers.
This tutorial provides a step-by-step introduction to ANSYS Workbench, a commercial finite element software package. It is suitable for undergraduate students and practicing engineers.

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